<snapdata remixID="10787681"><project name="drawAPolygon" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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y="31.000001999999995" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawAPolygon %&apos;numberOfSides&apos; %&apos;sizeOfShape&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numberOfSides"/><script><block s="forward"><block var="sizeOfShape"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block></script></block></script></block-definition></blocks><variables><variable name="numberOfSides"><l>0</l></variable><variable name="sizeOfShape"><l>0</l></variable></variables></project><media name="drawAPolygon" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>